Measures of Pseudorandomness.
K Gyarmati - 2013 - degruyter.com
In the second half of the 1990s Christian Mauduit and András Sárközy [86] introduced a new
quantitative theory of pseudorandomness of binary sequences. Since then numerous …
quantitative theory of pseudorandomness of binary sequences. Since then numerous …
The cross-correlation measure for families of binary sequences.
Large families of binary sequences of the same length are considered and a new measure,
the cross-correlation measure of order k, is introduced to study the connection between the …
the cross-correlation measure of order k, is introduced to study the connection between the …
Remarks on pseudorandom binary sequences over elliptic curves
L Mérai - Fundamenta Informaticae, 2012 - content.iospress.com
Remarks on Pseudorandom Binary Sequences Over Elliptic Curves 1. Introduction Page 1
Fundamenta Informaticae 114 (2012) 301–308 301 DOI 10.3233/FI-2012-630 IOS Press …
Fundamenta Informaticae 114 (2012) 301–308 301 DOI 10.3233/FI-2012-630 IOS Press …
[PDF][PDF] Image pixel permutation operation based on elliptic curve cryptography
In this paper, elliptic curve (EC) based pseudo-random bit generator is used to control the
group operation (GRP) method which has good inherent cryptographic properties. The new …
group operation (GRP) method which has good inherent cryptographic properties. The new …
[PDF][PDF] Construction of pseudorandom binary sequences over elliptic curves using multiplicative characters
L Mérai - Publ. Math. Debrecen, 2012 - compalg.inf.elte.hu
Construction of pseudorandom binary sequences over elliptic curves using multiplicative
characters Page 1 Construction of pseudorandom binary sequences over elliptic curves …
characters Page 1 Construction of pseudorandom binary sequences over elliptic curves …
Random bit generator mechanism based on elliptic curves and secure hash function
Pseudorandom bit generators (PRBG) can be designed to take the advantage of some hard
number theoretic problems such as the discrete logarithm problem (DLP). Such type of …
number theoretic problems such as the discrete logarithm problem (DLP). Such type of …
Predicting the elliptic curve congruential generator
L Mérai - Applicable Algebra in Engineering, Communication …, 2017 - Springer
Let p be a prime and let EE be an elliptic curve defined over the finite field F _p F p of p
elements. For a point G ∈ E (F _p) G∈ E (F p) the elliptic curve congruential generator (with …
elements. For a point G ∈ E (F _p) G∈ E (F p) the elliptic curve congruential generator (with …
Sequences related to Legendre/Jacobi sequences
Z Chen, X Du, G **ao - Information Sciences, 2007 - Elsevier
Two families of binary sequences are constructed from dth order cyclotomic generator and
from dth order generalized cyclotomic generator with respect to two distinct primes …
from dth order generalized cyclotomic generator with respect to two distinct primes …
Pseudo-random sequence generation from elliptic curves over a finite field of characteristic 2
In this paper, the randomness of binary sequences generated from elliptic curves over a
finite field of characteristic 2 is studied. A scheme of construction based on the Chaos-Driven …
finite field of characteristic 2 is studied. A scheme of construction based on the Chaos-Driven …
Construction of pseudorandom binary lattices using elliptic curves
L Mérai - Proceedings of the American Mathematical Society, 2011 - ams.org
In an earlier paper, Hubert, Mauduit and Sárközy introduced and studied the notion of
pseudorandomness of binary lattices. Later constructions were given by using characters …
pseudorandomness of binary lattices. Later constructions were given by using characters …